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Line Chart series has one line for all series

Posted By Jakub Rehacek 3 Years Ago
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Jakub Rehacek
Posted 3 Years Ago
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I have a multi series chart where the lines are connecting between the series. See image below There should be no connecting line between 56 and 1 as those are two different series. See the underlying data in the grid below.
I've attached a snippet of code. I am looping through the series in the first sub, adding the series to the chart, from within that loop I am calling another sub to iterate through values (and dates) within the series and adding them to the chart.
I can add different markers to the legend. But they are not modified in the chart. Event though I am passing the same integer to the
Markerstyle.PointShape in the subroutine

What am I doing wrong?
Thx.

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


Sub1
     sda.Fill(dt)
     Dim chart As NChart = NChartControl1.Charts(0)
     chart.LabelLayout.EnableInitialPositioning = True
     Dim rnd As New Random       
  Dim OldSeries As String = ""
     Dim NewSeries As String = ""

     For i As Integer = 0 To dt.Rows.Count - 1           
  NewSeries = dt.Rows(i)(0).ToString

         Dim line As New NLineSeries()
         chart.Series.Add(line)

             line.MultiLineMode = MultiLineMode.Series
             line.Legend.TextStyle.FontStyle.EmSize = New NLength(8)
             line.DataLabelStyle.Visible = True
             line.Name = NewSeries
             line.LineSegmentShape = LineSegmentShape.Line
             line.UseXValues = True
             line.BorderStyle.Color = Color.Black
             line.DataLabelStyle.Visible = True
             line.InflateMargins = True
             line.MarkerStyle.Visible = True
             line.MarkerStyle.BorderStyle.Color = Color.Black
             line.MarkerStyle.FillStyle = New NColorFillStyle(Color.FromArgb(255, rnd.Next(255), rnd.Next(255), rnd.Next(255)))
             line.MarkerStyle.PointShape = i
             line.MarkerStyle.Width = New NLength(2, NRelativeUnit.ParentPercentage)
             line.MarkerStyle.Height = New NLength(2, NRelativeUnit.ParentPercentage)

            UpdateTimeSpan(NewSeries, i)

     Next

     ' apply style sheet
     Dim styleSheet As NStyleSheet = NStyleSheet.CreatePredefinedStyleSheet(PredefinedStyleSheet.FreshMultiColor)
     styleSheet.Apply(NChartControl1.Document)

     UpdateDateTimeScale()

 End Sub

 Private Sub UpdateTimeSpan(Test As String, Pnt As Integer)

     Dim myConnection As New SqlConnection(strConnString)
     Dim myReader As SqlDataReader = Nothing
     Dim dt As New DataTable()
     Dim con As New SqlConnection(strConnString)
     Dim sda As New SqlDataAdapter()
     Dim cmd As New SqlCommand("GetProductionTestDaily")
     cmd.CommandType = CommandType.StoredProcedure       
  Dim dteFrom As Date
     Dim dteTo As Date
     Dim txtTest As String        Dim startDate As DateTime = DateTime.Parse(Me.txtdteFrom.Text)

     dteTo = DateAdd(DateInterval.Day, 1, CDate(Me.txtdteTo.Text)).ToString

    Dim endDate As DateTime
    Dim rnd As New Random

     endDate = dteTo
     dteFrom = Me.txtdteFrom.Text

     txtTest = Me.ddTest.SelectedValue

     cmd.Parameters.AddWithValue("@dteFrom", dteFrom)
     cmd.Parameters.AddWithValue("@dteTo", dteTo)
     cmd.Parameters.AddWithValue("@Test", Test)

     cmd.Connection = con
     sda.SelectCommand = cmd
     If startDate > endDate Then
         Dim temp As DateTime = startDate            startDate = endDate
         endDate = temp

     End If        ' Get the line series from the chart

     Dim chart As NChart = NChartControl1.Charts(0)

     Dim line As NLineSeries = CType(chart.Series(0), NLineSeries)

     Dim span As TimeSpan = endDate.Subtract(startDate)

     span = New TimeSpan(span.Ticks / 30)

     Dim span1 As TimeSpan '= span.Days
     line.UseXValues = True
     sda.Fill(dt)

     If span.Ticks > 0 Then
        For i As Integer = 0 To dt.Rows.Count - 1                dteTo = dt.Rows(i)(0)
             span1 = dteTo.Subtract(startDate)
             startDate = startDate.AddDays(span1.Days)
             line.XValues.Add(startDate)
             line.Values.Add(dt.Rows(i)(1))
             line.MarkerStyle.PointShape = Pnt
         Next      
     End If

End Sub







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